Math, asked by aadilkhan49, 10 months ago

find the total surface area of a solid, right circular cone of height 4 cm and radius 3 cm.

Answers

Answered by sharmagirl99
6

Given,

Given, Height = 4 cm

Given, Height = 4 cm Radius = 3 cm

Given, Height = 4 cm Radius = 3 cm Therefore, slant height = root ( 4² + 3²) = root ( 16 + 9)

Given, Height = 4 cm Radius = 3 cm Therefore, slant height = root ( 4² + 3²) = root ( 16 + 9) = root 25 = 5 cm

Given, Height = 4 cm Radius = 3 cm Therefore, slant height = root ( 4² + 3²) = root ( 16 + 9) = root 25 = 5 cm TOTAL surface area = pi r ( r +l)

Given, Height = 4 cm Radius = 3 cm Therefore, slant height = root ( 4² + 3²) = root ( 16 + 9) = root 25 = 5 cm TOTAL surface area = pi r ( r +l) = 22 / 7 * 3 ( 3 + 5)

Given, Height = 4 cm Radius = 3 cm Therefore, slant height = root ( 4² + 3²) = root ( 16 + 9) = root 25 = 5 cm TOTAL surface area = pi r ( r +l) = 22 / 7 * 3 ( 3 + 5) = 75.428

Given, Height = 4 cm Radius = 3 cm Therefore, slant height = root ( 4² + 3²) = root ( 16 + 9) = root 25 = 5 cm TOTAL surface area = pi r ( r +l) = 22 / 7 * 3 ( 3 + 5) = 75.428Hope it helps you

Given, Height = 4 cm Radius = 3 cm Therefore, slant height = root ( 4² + 3²) = root ( 16 + 9) = root 25 = 5 cm TOTAL surface area = pi r ( r +l) = 22 / 7 * 3 ( 3 + 5) = 75.428Hope it helps you

Answered by haniwarrior12
2

Answer:

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